package com.ruoyi.project.opencv.test;

import cn.hutool.core.date.DateUtil;
import cn.hutool.core.util.IdUtil;
import cn.hutool.core.util.NumberUtil;
import com.alibaba.fastjson.JSONObject;
import com.google.common.collect.Lists;
import com.google.common.collect.Maps;
import com.google.gson.JsonObject;
import com.google.gson.JsonParser;
import com.ruoyi.common.utils.DateUtils;
import com.ruoyi.common.utils.text.Convert;
import com.ruoyi.project.system.user.domain.User;
import io.netty.channel.ChannelHandlerContext;
import org.apache.commons.codec.digest.DigestUtils;
import org.bytedeco.javacv.FFmpegFrameGrabber;
import org.bytedeco.javacv.Frame;
import org.springframework.http.ResponseEntity;
import sun.misc.Unsafe;

import java.math.BigDecimal;
import java.text.DecimalFormat;
import java.text.SimpleDateFormat;
import java.util.*;
import java.util.concurrent.ConcurrentHashMap;
import java.util.concurrent.Executors;
import java.util.concurrent.Future;

/**
 * @program: ruoyi
 * @ClassName MySort
 * @description:
 * @author: dx
 * @create: 2021-04-07 13:40
 * @Version 1.0
 **/
public class MySort {

    /*public static void quickSort(int[] arr,int l ,int r){
        if (l<r){
            //交换随机和最右端
            swap(arr,l+(int)(Math.random()*(r-l+1)),r);
            int[] p = partition(arr,l,r);
            quickSort(arr,p[0]+1,r);
            quickSort(arr,l,p[1]-1);
        }
    }*/

    public static int[] partition(int[] arr, int l, int r) {
        int less = l - 1;
        int more = r;
        while (l < more) {
            if (arr[l] < arr[r]) {
                swap(arr, ++less, l++);
            } else if (arr[l] > arr[r]) {
                swap(arr, --more, l);
            } else {
                l++;
            }
        }
        swap(arr, more, r);
        System.out.println("循环内打印："+Arrays.toString(arr));
        System.out.println("左指针打印："+less+"右指针打印："+more);
        return new int[] { less + 1, more };
    }

    //选择排序
    public static void selectSort(int[] arr){

    }

    public static void quickSort(int[] arr,int start,int end){
        if (start >= end){
            return ;
        }
        //选一个基准
        int temp = arr[start];
        int left = start;
        int right = end;
        while (left < right){
            while (left<right&&arr[right]>=temp){
                right--;
            }
            arr[left]=arr[right];
            while (left<right&&arr[left]<=temp){
                left++;
            }
            arr[right]=arr[left];
        }
        arr[left]=temp;
        quickSort(arr,start,left-1);
        quickSort(arr,left+1,end);
    }

    public static void heapify(int[] arr,int index){

        int length = index+1;
        while (index>=0){
            for (int i=length/2;i>=0;i--){
                //左孩子
                int left = 2*i+1;
                //右孩子
                int right = 2*i+2;
                if (left<index+1&&arr[left]>arr[i]){
                    swap(arr,left,i);
                }
                if (right<index+1&&arr[right]>arr[i]){
                    swap(arr,right,i);
                }
            }
            swap(arr,0,index);
            index--;
            heapify(arr,index);
        }
    }

    public static void swap(int[] arr, int i, int j) {
        int tmp = arr[i];
        arr[i] = arr[j];
        arr[j] = tmp;
    }
    public static final long ONE_MINUTE= 60 * 1000;
    public static void main(String[] args) throws Exception {
        int[] arr = {8,26,98,112,32,668,85,65,998,339};
//        quickSort(arr,0,arr.length-1);
//        heapify(arr,arr.length-1);
        quickSort(arr,0,arr.length-1);
        System.out.println(Arrays.toString(arr));
        List<String> list = Lists.newArrayList("12","545646","59999");
        String[] te = list.toArray(new String[0]);
        System.out.println(Arrays.toString(te));
        ConcurrentHashMap<String,Integer> map = new ConcurrentHashMap<>();
        Float cc = 0.0f;
        System.out.println(String.valueOf(cc));

        Map<String, Object> paramMap = Maps.newHashMap();
        paramMap.put("startTime","1622724938000");
        paramMap.put("endTime","1629982538000");
        paramMap.put("machineId","8605340102047");

        System.out.println(Long.valueOf(String.valueOf(paramMap.get("endTime"))));

        Calendar cal = Calendar.getInstance();
        /*cal.set(Calendar.HOUR_OF_DAY, 0);
        cal.set(Calendar.MINUTE, 0);
        cal.set(Calendar.SECOND, 0);
        cal.set(Calendar.MILLISECOND, 0);*/
        cal.add(Calendar.DAY_OF_YEAR, -30);
        Date startTime = cal.getTime();
        System.out.println(DateUtil.formatDateTime(startTime));

        String image = "message:123456adress:489798";
        System.out.println(image.substring(8,14));
        /*FFmpegFrameGrabber ff = FFmpegFrameGrabber.createDefault(targetFilePath);
        ff.start();*/

        String msg = "{\"devid\":\"05120010031\",time:20220318143951,\"temp\":0.000000,humidity:0.000000,accx:0,accy:0,accz:0,gyrox:0,gyroy:0,gyroz:0,roll:0,pitch:0,yaw:0,fault:0,human:0,rssi:12,battery:0,longitude:0.000000,latitude:0.000000,altitude:0.000000,speed:0.000000,fixmode:0,gpsvnum:0,bdvnum:0,camera:0101,vol:20,led:1,alarm:0,cmlocal:0101,image:\"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\"}";
        int sub = msg.indexOf("image:");
        int sub1 = msg.lastIndexOf("}");
        String wi = msg.substring(msg.indexOf("image:")+6,msg.lastIndexOf("}"));
        String wi2 = msg.substring(0,msg.indexOf("image:")-1)+"}";
        System.out.println("nanoID:"+IdUtil.nanoId(10).hashCode());

        double test= 15.45644321d;
        System.out.println(Math.round(test));

    }
}
